A Smooth and Discontinuous OscillatorThe SD OscillatorSD oscillator
A Smooth and Discontinuous Oscillator: The SD OscillatorSD oscillator
Cao, Qingjie; Léger, Alain
2016-09-28 00:00:00
[This chapter introduces briefly the smooth and discontinuous (SD) oscillator which is a simple mechanical model or a geometrical oscillator with both smooth and discontinuous dynamics depending on the value of a geometrical parameterGeometrical parameter. Like the traditional harmonic oscillatorHarmonic oscillator, this model is also a simple mass-spring systemMass-spring system comprising a lumped mass linked by a pair of linear springs pinged to its rigid supports vibrating along the perpendicular bisector of the supports. The overview of the system with the definitions and the fundamental properties without detailed explanation, which will be expanded different topics discussed in the following chapters from Chaps. 3 to 6.]
http://www.deepdyve.com/assets/images/DeepDyve-Logo-lg.pnghttp://www.deepdyve.com/lp/springer-journals/a-smooth-and-discontinuous-oscillator-the-sd-oscillatorsd-oscillator-iLu2667dEz
A Smooth and Discontinuous OscillatorThe SD OscillatorSD oscillator
[This chapter introduces briefly the smooth and discontinuous (SD) oscillator which is a simple mechanical model or a geometrical oscillator with both smooth and discontinuous dynamics depending on the value of a geometrical parameterGeometrical parameter. Like the traditional harmonic oscillatorHarmonic oscillator, this model is also a simple mass-spring systemMass-spring system comprising a lumped mass linked by a pair of linear springs pinged to its rigid supports vibrating along the perpendicular bisector of the supports. The overview of the system with the definitions and the fundamental properties without detailed explanation, which will be expanded different topics discussed in the following chapters from Chaps. 3 to 6.]
Published: Sep 28, 2016
Keywords: Kutta methodRunge; Chaotic Attractor; Linear Spring; Periodic Attractor; Rigid Support
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